Is the Fanning Friction Factor Calculation Affected by Unit Usage?

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The discussion centers on the calculation of the Fanning friction factor and its application in the head loss equation for fluid flow in pipes. The equation presented for head friction, h_f = 4f(L/D)V^2/2, is critiqued for its omission of gravitational acceleration (g), leading to the correct formulation as h_f = 4f(L/D)V^2/(2g). Clarification is provided that gravitational acceleration should always be included, regardless of the unit system used, whether English or SI. The Fanning friction factor itself is emphasized as a non-dimensional quantity, and the importance of dimensional analysis is highlighted to resolve confusion regarding unit conversions and the inclusion of g in calculations.
gfd43tg
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Hello,

I was wondering if when calculating the fanning friction factor, do english units need to be used?

The equation for the head friction is

h_f = 4f(L/D)V^2/2

where L is the length, D is the diameter of the pipe, and f is the fanning friction factor. This ends up having units of length squared/time squared, but I think it should be power/mass
 
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Is the g included whether you use english units or not? I get confused when I need to divide by g or not these days since we keep going back and forth with english and SI units
 
Yes, the g is always there, even in SI or furlongs per fortnight units. Do a dimensional analysis and confirm.
 
You can see why I was confused, this is directly and repeatedly on the lecture slides
 

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